Vehicle head lamp and method of forming a reflecting mirror therefor

BACKGROUND OF THE INVENTION

1. Technical Field of the Invention

This invention relates to methods of forming a reflecting mirror and a reflecting face, for a vehicle head lamp, to provide a downward-beam light distribution.

2. Related Art

In a basic configuration, a vehicle head lamp includes a reflecting mirror shaped like a paraboloid of revolution and a front lens having a diffusing lens ahead the reflecting mirror. Recently, the light distribution control function has been at least partially shifted from the front lens to the reflecting mirror so that the front lens can be slanted so as to match the shape of a particular vehicle. That is, the lens is slantedlargely in a vertical plane to match the shape of a front end of a car body and, thereby, provide a lamp shape suitable for the vehicle shape. However, to maintain a suitable light distribution as required for each car model, the full face of a reflector is used effectively, whereby a light distribution pattern having a cutoff line peculiar to a downward beam can be formed is proposed; for example, a lamp disclosed in U.S. Pat. No. 5,258,897, etc., is known.

That is, in this kind of lamp, the front lens becomes plain, or nearly plain so that very little lens step is formed. thus, the curved surface design of the reflecting mirror is important in determining the light distribution spread of the lamp.

SUMMARY OF THE INVENTION

1. Problems to be Solved by the Invention

To form a slant cutoff line peculiar to a downward-beam light distribution (15-degree slant) in vehicle illumination, it is not easy to provide a sufficient amount of light to a long-distance area or a medium-distance area positioned just below the line with the related-art reflecting mirror. Thus, there is a risk of hindering improved visibility on the line of the vehicle having the reflecting mirror.

It is therefore an object of the invention to design a curved reflecting surface which provides a sufficient amount of applied light in the range near a slant cutoff line in a downward-beam light distribution, thereby improving visibility in a long-distance region and a medium-distance region.

2. Means for Solving the Problem

The present invention is based on the premise that the basic reflecting face satisfies the following three requirements (a to c) to provide a light distribution pattern of a downward-beam having a slant cutoff line inclined with respect to a horizontal direction:

(a) A curve set in a horizontal reference face containing an optical axis, or a curve set in a slant reference face inclined—at a predetermined angle with the optical axis used as an axis of rotation—with respect to the horizontal reference face, is used as a reference curve;

(b) A light source body has a center axis extended along the optical axis and is placed near a reference point of the reference curve; and

(c) The reflecting face is formed as a set of cross lines provided by cutting a virtual paraboloid of revolution having an axis parallel with a light beam vector of reflected light when light assumed to be emitted from the reference point of the reference curve positioned on the optical axis is reflected at an arbitrary point on the reference curve, wherein the paraboloid passes through the reflection point, and has the reference point as a focus on a virtual plane which contains the light beam vector and is parallel with a plane orthogonal with or inclined to the horizontal reference face or the slant reference face.

For a first reflecting area, close to the horizontal reference face when the reflecting face is viewed from the optical axis direction, a reference curve is set in a slant reference face inclined to the horizontal reference face at a first angle equal to the angle of the slant cutoff line with a horizontal line. Further, for a second reflecting area, positioned above or below the first reflecting area with respect to the horizontal reference face when the reflecting face is viewed from the optical axis direction, a reference curve is set in a slant reference face inclined to the horizontal reference face at a second angle larger than 0° and smaller than the angle of the slant cutoff line with the horizontal line.

Therefore, according to the invention, the projected image of the light source body provided by the first reflecting area is placed along the slant cutoff line just below the slant cutoff line, whereby a necessary amount of light is provided for distant forward visibility on the lane of the vehicle containing the head lamp. The projected image of the light source body provided by the second reflecting area is placed along a line having an angle smaller than the slant cutoff line, whereby an amount of light is provided to the medium-distance region forward on the lane of the vehicle containing the head lamp.

BRIEF DESCRIPTION OF THE DRAWINGS

The above and other objects and advantages of the present invention will become more apparent by describing in detail preferred embodiments thereof with reference to the accompanying drawings, wherein like reference numerals designate like or corresponding parts throughout the several views, and wherein:

FIG. 1

is a drawing describing, together with

FIGS. 2

to

10

, a method of forming a reflecting face according to the invention, and is a front view of the reflecting face;

FIG. 2

is a longitudinal sectional view;

FIG. 3

is a transverse sectional view;

FIG. 4

is a schematic representation of direction vectors for a reflected light beam;

FIG. 5

is a perspective view showing a reference curve;

FIG. 6

is a perspective view showing a virtual paraboloid of revolution;

FIG. 7

is a perspective view showing cross lines (parabolas) of a virtual paraboloid of revolution, and showing a virtual plane;

FIG. 8

is a perspective view showing a curved surface formed as a cross line group;

FIG. 9

is a schematic representation for, together with

FIG. 10

, setting a plane inclined at a predetermined angle around an x axis with respect to an x-y plane to a reference plane, wherein

FIG. 9

is a front view;

FIG. 10

is a perspective view to show the relationship between a reference plane, a virtual plane, and cross lines in the virtual plane;

FIG. 11

is a front view showing an exemplary configuration of the reflecting face;

FIG. 12

is a side view describing how reference points are set;

FIG. 13

is a schematic representation showing the placement trend of filament images provided by an area

10

E;

FIG. 14

is a schematic representation showing the placement trend of filament images provided by an area

10

D;

FIG. 15

is a graph showing an example of a normal distribution type function;

FIG. 16

is a graph showing an example of a periodic function;

FIG. 17

is a graph showing an example of an attenuation periodic function;

FIG. 18

is a drawing describing how height is set in an x axis direction according to waving processing;

FIG. 19

is a drawing describing, together with

FIG. 20

, an exemplary configuration of a reflecting face, and is a front view of the reflecting face;

FIG. 20

is a side view describing how to set a reference point;

FIG. 21

is a drawing describing, together with

FIG. 22

, another exemplary configuration of a reflecting face, and is a front view of the reflecting face;

FIG. 22

is a side view describing how to set reference points;

FIG. 23

is a drawing concerning adjustment of light distribution spread;

FIG. 24

is a front view showing an exemplary configuration of a reflecting face with area

10

B removed;

FIG. 25

is a drawing showing, together with

FIG. 26

, an exemplary configuration of a reflecting face where a slant cutoff line is formed in areas positioned on the right half face and is a front view of the reflecting face;

FIG. 26

is a side view describing how to set reference points;

FIG. 27

is a drawing showing, together with

FIG. 28

, an exemplary configuration of a reflecting face wherein a slant cutoff line is formed using both the areas positioned on the left-half reflecting face and the right-half reflecting face, and is a front view of the reflecting face;

FIG. 28

is a side view describing how to set reference points;

FIG. 29

is a drawing showing, together with

FIG. 30

, an exemplary configuration of a reflecting face with an increased number of area partitions on the right half face in the configuration of

FIG. 27

, and is a front view of the reflecting face;

FIG. 30

is a side view describing how to set reference points;

FIG. 31

is a drawing showing an exemplary configuration of a reflecting face with a larger number of area partitions on the right half face than in the configuration in

FIG. 29

, and is a front view of the reflecting face;

FIG. 32

is a front view showing an exemplary configuration of a reflecting face where light can be gathered just below a horizontal cutoff line using the areas positioned on the right half of the reflecting face;

FIG. 33

shows, together with

FIGS. 34

to

36

, one embodiment according to the inventions and is a front view of a reflecting face;

FIG. 34

is a drawing schematically showing projection patterns provided by reflecting areas when a downward beam is applied;

FIG. 35

is a drawing schematically showing an original pattern provided by a reflecting face before undergoing waving processing; and

FIG. 36

is a drawing schematically showing a light distribution spread when a downward beam is applied after waving processing.

DETAILED DESCRIPTION OF THE INVENTION

1. Mode for Carrying out the Invention

A basic reflecting face and a method for forming it will be discussed with reference to

FIGS. 1

to

10

in order to gain a better understanding of the description of a reflecting mirror and the method of forming it according to the present invention.

FIG. 1

is a front view schematically showing a basic face

1

. For a three-dimensional rectangular coordinate system set with respect to the basic face

1

, the optical axis extended perpendicularly to the paper face is selected as an x axis (the front side is assumed to be the positive direction), the horizontal axis orthogonal to the x axis is selected as a y axis (the right of the figure is assumed to be the positive direction), and the vertical axis is selected as a z axis (the top of the figure is assumed to be the positive direction). An intersection point O of the three axes is an origin point.

The basic face

1

is formed with a light source insertion hole

2

with the origin point O as the center viewed from the front.

FIG. 2

is a drawing schematically showing the shape of a cross line m of the basic face

1

and the x-z plane. The line is shaped like a parabola having a focus F

1

on the x axis. A point F

2

is positioned ahead the focus F

1

(in the positive direction of the x axis). It will turn out later that the focuses are reference points on curved line formation (focuses of a virtual revolution paraboloid). In the figure, for convenience of the description, the cross line m is a single parabola; however, for actual application to the reflecting face, the focus of the curve part positioned above the x-y plane needs to be set to F

1

and the focus of the curve part positioned below the x-y plane needs to be set to F

2

(to provide reflected light traveling downward with respect to the horizontal face).

A light source body

3

is placed within the reflecting mirror through the light source insertion hole

2

. The center axis of the light source body

3

extends along the x axis of the optical axis and is positioned between the focuses F

1

and F

2

.

An electric bulb, such as a tungsten halogen lamp, or a discharge lamp, such as a halide lamp, can be used as the light source. For example, to use an incandescent lamp, the light source body

3

is a filament. In this case, it is assumed that the ideal design shape is a cylinder. To place the filament with respect to the optical axis, the filament is placed so that its center axis matches the x axis, or the filament is placed in a state in which its center axis is parallel with the x axis and comes in contact with the x axis from above. To use a discharge lamp as the light source, the light source body

3

is an arc between discharge electrodes.

FIG. 3

schematically shows the shape of a reference curve

4

set in a horizontal reference face containing the x axis (or a horizontal reference plane corresponding to the x-y plane in the figure), namely, the intersection line of the basic face

1

and the x-y plane.

The reference curve

4

is not only a secondary curve that can be represented analytically in an expression, such as a parabola or an ellipse, but also is a free curve containing a splined curve, etc. In the latter case, a geometrical insight about the direction vector indicating the reflection direction at a point on the curve is required in curved surface design. For example, the reference curve

4

shown in the figure is formed as a splined curve made up of an “elliptical” or “hyperbolic” curve part

4

a

and parabolic curve parts

4

b

,

4

b

′. The curve part

4

a

has a focus F (corresponding to the focus F

1

or F

2

) on the x axis (see the range shown as Ra in the figure). The “parabolic” curve parts

4

b

and

4

b

′ are positioned on both sides of the curve part

4

a

(see the ranges shown as Rb and Rb′). The light source body

3

is positioned in the proximity of (ahead in the figure) the focus (or reference point) F of the reference curve

4

.

The terms mentioned here “hyperbolic,” “elliptical,” and “parabolic” are terms defined depending on the aim direction of the reflected light beam at the reflection point on the reference curve

4

—namely, what trend the direction of the reflected light beam has with respect to the straight line passing through the reflection point and parallel with the x axis—and are used as modifiers to direction vectors of the reflected light beam at the reflection point and curve parts forming parts of the reference curve

4

.

FIG. 4

shows the definition of the above-mentioned terms for the direction vectors of the reflected light beam.

Assuming that a point light source is placed at the focus F set on the x axis, three forms of unit direction vector are shown, and indicate the direction of the reflected light beam when light emitted from the point light source to a point Q on the reference curve

4

is reflected at the point Q. Vector v_Qp denotes a vector having the same direction as the positive direction of the x axis along a line L passing through the point Q and extended in parallel with the x axis, vector v_Qe denotes a vector whose tip approaches the x axis side, and vector v_Qh denotes a vector whose tip is directed away from the x axis.

Because light issued from the focus of a parabola and then reflected at a point on the parabola is parallel with the axis of the parabola, by analogy the vector v_Qp is defined as “parabolic.” Similarly, because a reflected light beam emitted from one of the focuses of an ellipse and then reflected at a point on the ellipse crosses the long axis of the ellipse at an opposite focus, by analogy the vector v_Qe is defined as “elliptical.” Further, because a reflected light beam emitted from one of the focuses of a hyperbola and then reflected at a point on the hyperbola is away from the axis of the hyperbola as it goes in the travel direction, by analogy the vector v_Qh is defined as “hyperbolic.”

To expand the terms from the reflection direction vectors to curve parts, the following definitions are adopted paying attention to the fact that the reflection direction vector continuously changes at arbitrary points from an end point S to an end point E of the curve part:

“Hyperbolic curve part” is that the reflection direction vector at the end point S is “elliptical” or “parabolic” and that the direction of the reflection direction vector changes gradually as the reflection direction vector advances from the end point S to the end point E and the reflection direction vector at the end point E is “hyperbolic.”

“Elliptical curve part” is that the reflection direction vector at the end point S is “hyperbolic” or “parabolic” and that the direction of the reflection direction vector changes gradually as the reflection direction vector advances from the end point S to the end point E and the reflection direction vector at the end point E is “elliptical.”

“Parabolic curve part” is that the reflection direction vector at the end point S is “elliptical” or “hyperbolic” and that the direction of the reflection direction vector changes gradually as the reflection direction vector advances from the end point S to the end point E and the reflection direction vector at the end point E is “parabolic.”

In short, the definitions are nothing but use of the terms indicating the reflection trend recognized finally at the end point E when the reflection trend recognized at the end point S of the curve part changes as it advances to the end point E for the curve part.

For example, using the terms, if it is assumed in the reference curve

4

shown in

FIG. 3

that the direction vector of the reflected light beam at the intersection point O of the curve part

4

a

and the x axis is parabolic and that the direction vector of the reflected light beam at a boundary point B between the curve part

4

a

and the curve part

4

b

is elliptical, the portion of the curve part

4

a

from the point O to the point B is “elliptical”. That is, the above-mentioned definitions are applied with the point O as the end point S and the point B as the end point E. Likewise, if it is assumed that the direction vector of the reflected light beam at a boundary point B′ between the curve part

4

a

and the curve part

4

b

′ is elliptical, the portion of the curve part

4

a

from the point O to the point B′ is “elliptical.” For the curve parts

4

b

and

4

b

′, the reflection direction vectors at the points B and B′ are elliptical and the reflection direction vectors at an end point C of the curve part

4

b

(the left end of the reference curve

4

) and an end point C′ of the curve part

4

b

′ (the right end of the reference curve

4

) are parabolic. Thus, it is easily seen that the curve parts

4

b

and

4

b

′ are parabolic. Therefore, it is qualitatively understood that as the reflection trend at the points on the reference curve

4

, the diffusion effect in the horizontal direction is recognized in the range Ra. It is also qualitatively understood that the reflection direction approaches the direction parallel with the x axis as it approaches the points C and C′ in the ranges Rb and Rb′. In other words, description of the reflection trend concerning the reference line

4

without introducing the above-mentioned terms would require development of excessively mathematical discussion making free use of a large number of expressions.

If the shape of the reference curve

4

is thus determined, a curved surface can be formed according to the following procedure:

(1) Assume a virtual revolution paraboloid having an axis parallel with the light beam vector of reflected light when light assumed to be emitted from a reference point on an optical axis is reflected at an arbitrary point on the reference curve, wherein the paraboloid passes through the reflection point, and has the reference point as a focus.

(2) Assume a virtual plane containing the light beam vector and being parallel with a vertical axis (or a virtual plane containing the light beam vector and inclined with respect to a plane parallel with a vertical axis).

(3) Form a reflecting face as a set of cross lines (parabolas) provided when the virtual revolution paraboloid in (1) is cut on the virtual plane in (2) (cross line set).

FIGS. 5 and 6

are schematic representations about step (1).

FIG. 5

shows the reference curve

4

set on the horizontal reference face (x-y plane). For a point Q on the curve, a direction vector v_Q of a reflected light beam at the position Q is determined uniquely. That is, when it is assumed that a point light source is placed at a reference point D set ahead or behind a focus F on the x axis, light emitted from the point light source and then reflected at the point Q proceeds in the direction of the direction vector v_Q.

FIG. 6

shows a virtual revolution paraboloid PS including the point Q. The virtual revolution paraboloid PS has the reference point D as the focus and an axis of rotational symmetry AS parallel with the vector v_Q and is a curved surface formed so that the point Q is positioned on the paraboloid PS.

FIG. 7

is a schematic representation of step (2). A cross line resulting from cutting the virtual revolution paraboloid PS by a virtual plane π passing through the point Q and parallel with the z axis becomes a parabola

5

. Such a parabola is determined uniquely with respect to the arbitrary point Q on the reference curve

4

. Thus, in step (3), as shown in

FIG. 8

, the parabolas

5

,

5

, . . . are given to the point Q along the reference curve

4

, whereby a curved surface

6

is formed as a set of the parabolas, which curved surface

6

becomes a basic face. That is, the basic face is provided as an enveloping surface of the virtual revolution paraboloid along the reference curve

4

.

In order to apply the above to a reflecting mirror of a vehicle head lamp, consideration of setting the reference point D at different positions in areas above and below the x-y plane of the reflecting face, etc., is required. The virtual plane π can also be defined as a plane provided by slanting a plane, which passes through the point Q and is parallel with the z axis, with the cross line of the plane and the horizontal reference face as a rotation axis.

In the description given above, the reference curve

4

is set in the horizontal reference face. More generally, the reference curve is set in a slant reference plane inclined at a predetermined angle around the optical axis relative to the horizontal reference face and the steps (1) to (3) can be expanded.

FIG. 9

shows a slant reference face (reference plane)

7

inclined at a predetermined angle (θ), with the optical axis as an axis of rotation, relative to the horizontal reference face (x-y plane). A reference curve as shown in

FIG. 3

is set in the face (plane).

In this case, the procedure of forming a curved surface is as follows: (See

FIG. 10.

)

(1) Assume a virtual revolution paraboloid having an axis parallel with the light beam vector of reflected light when light assumed to be emitted from the reference point D of a reference curve

4

′ is reflected at an arbitrary point on the reference curve

4

′, wherein the paraboloid passes through the reflection point, and has the reference point as a focus. The reference point needs to be set noting whether the reference point position is above the reflecting face (above the x-y plane) or below the reflecting face.

(2) Assume a virtual plane containing the reflected-light-beam vector in (1) and being inclined with respect to the vertical axis, i.e., a plane orthogonal to the slant reference face

7

, indicated by lines

8

,

8

, . . . in FIG.

9

. The virtual plane can also be defined as a plane provided by slanting a plane orthogonal to the slant reference face

7

, wherein the cross line of the plane and the slant reference face is the axis of rotation.

(3) Form a reflecting face as a set of cross lines (parabolas) provided when the virtual revolution paraboloid in (1) is cut on the virtual plane in (2). That is, as shown schematically in

FIG. 10

, parabolas

9

,

9

, . . . are determined for each arbitrary point on the reference curve

4

(only the cross lines for each representative point are shown in the figure).

The shape of the basic face and its forming method now become clear. Thus, the reflecting face of the reflecting mirror according to the invention now will be discussed.

FIG. 11

is a front view describing an exemplary configuration of the reflecting face. For a three-dimensional rectangular coordinate system set with respect to the reflecting face, the optical axis extending perpendicularly to the paper face is selected as an x axis (the front side is assumed to be the positive direction), the horizontal axis orthogonal to the x axis is selected as a y axis (the night of the figure is assumed to be the positive direction), and the vertical axis is selected as a z axis (the top of the figure is assumed to be the positive direction). An intersection point O of the three axes (the center of a light source placement hole

10

a

) is an origin point.

In the example shown in

FIG. 11

, a reflecting face

10

comprises reflecting areas

10

A,

10

B,

10

C,

10

D, and

10

E. When angle Φ, as measured in the counterclockwise direction in the figure as the positive direction around the x axis with the positive axis of the y axis as the reference of 0°, is set and the occupation angle of each area is ΦX (X=A, B, C, D, E), the areas occupy the following ranges:

Reflecting area

10

A (0°<Φ≦ΦA);

Reflecting area

10

D (ΦA<Φ≦ΦA+ΦD);

Reflecting area

10

B (ΦA+ΦD<Φ≦ΦA+ΦD+ΦB);

Reflecting area

10

E (ΦA+ΦD+ΦB<Φ≦ΦA+ΦD+ΦB+ΦE); and

Reflecting area

10

C (360°−ΦC<Φ≦360°).

Here, if an angle α (0°<α<90°) is defined as the angle which a boundary line

11

between the areas

10

A and

10

D (or a plane containing the boundary line and extended in the x axis direction) forms with the x-y plane (negative axis of y), and if an angle θd is defined as the angle which a boundary line

12

between the areas

10

D and

10

B (or a plane containing the boundary line and extended in the x axis direction) forms with the x-y plane (negative axis of y), for example, the relations of “ΦD=α+θd,” “ΦA=180°−α,” etc., are obtained.

If an angle θcol is defined as the angle which a boundary line

13

between the areas

10

B and

10

E (or a plane containing the boundary line and extended in the x axis direction) forms with the x-y plane (negative axis of y), the angle corresponds to the slant cut line angle in downward beam light distribution (the angle 15° of the slant cutoff line with the horizontal line). If an angle β (θcol<β≦90°) is defined as the angle which a boundary line

14

between the areas

10

E and

10

C (or a plane containing the boundary line and extended in the x axis direction) forms with the x-y plane (negative axis of y), for example, the relations of “θd+ΦB+ΦE=β,” “ΦC=180°−β,” etc., are obtained.

The boundary lines are shown in the figure for convenience of the description of the area divisions of the reflecting face

10

and, it should be noted, the actual curved surface is a continuous curved surface without any level difference on the boundary lines (namely, the boundary lines are virtual).

The vertical lines and slant lines shown in the reflecting areas representatively illustrate some of the parabolas associated with each point of the reference curve set in the horizontal reference face, or the slant reference face, and are not actually visually recognized (see the parabolas in FIGS.

8

and

10

).

First, the reflecting area

10

A, occupying the range from the first quadrant of the y-z plane to a part of the second quadrant, has a reference curve in the x-y plane of the horizontal reference face (namely, using the symbol of A added to θ mentioned above, “θA=0°” is set). And the parabolas associated with points on the reference curve are contained in planes orthogonal to the x-y plane.

FIG. 12

is a drawing to describe a light source body

3

placed along the optical axis (x axis) and setting of reference point D (virtual focus). The meanings of points SB and SF are as follows:

SB: Positive projective point of the rear end of the light source body

3

(end close to the z axis) onto the x axis, wherein its distance from the origin point O is described as sb.

SF: Positive projective point of the front end of the light source body

3

(end far from the z axis) onto the x axis, wherein its distance from the origin point O is described as sf.

In the figure, the side of the light source body

3

touches the x axis, but the placement is not so limited, and can be a placement wherein the center axis of the light source body matches the x axis, or any placement between the previous two placements.

A reference point DA of the reflecting area

10

A is set at the point SB or behind the point SB. That is, if the distance from the origin point O to the reference point DA is described as fvA, 0<fvA≦sb. The reason is that the projection pattern based on the reflecting area

10

A needs to be made downward because the area is positioned above the x-y plane.

For the reflecting area

10

D, positioned across a part of the second quadrant of the y-z plane and the third quadrant, a reference curve is set in a plane inclined at an angle of θd with respect to the horizontal reference face (x-y plane) with the x axis as a rotation axis (the plane slanted downward at the angle θd with the negative y axis is the reference plane and, using the symbol of D added to θ mentioned above, “θD=θd.” That is, this case corresponds to the case of “θ=θd” in FIGS.

9

and

10

). The parabolas associated with points on the reference curve are contained in planes orthogonal to the slant reference plane. For the reflecting area

10

D, diffused light in the direction forming the angle θd (0°<θd≦θcol) with the horizontal line below the slant cutoff line can be provided by waving processing described later.

As shown in

FIG. 12

, a reference point DD of the reflecting area

10

D is set at the point SB or behind the point SB. That is, if the distance from the origin point O to the reference point DD is described as fvD, the reference point DD is set in the range of 0<fvD≦sb.

The reflecting area

10

D has a role of applying, in addition to the amount of light applied by the reflecting area

10

B, an amount of light in the light forming the range just below the slant cutoff line in a downward-beam light distribution.

For the curved surface shape in the reflecting area

10

B, adjacent to the area

10

D in the third quadrant of the y-z plane, a rotation symmetrical face is used with the x axis as an axis of rotation . That is, reflecting area

10

B is a rotation body produced by rotating the reference curve around the x axis, for example, when the reference curve is a parabola, i.e., reflecting area

10

B is a paraboloid of revolution. The focus position is set, for example, at the point SF or ahead or behind the point SF, or at the point SB or ahead or behind the point SB, so that light reflected by the reflecting area

10

B contributes as. light forming the range just below the slant cutoff line in a downward-beam light distribution.

For the reflecting area

10

E, a reference curve is set in a plane inclined at an angle of θcol with respect to the horizontal reference face (x-y plane) with the x axis as a rotation axis. That is, the plane slanted downward at the angle θcol with the negative y axis is the reference plane, and using the symbol of E added to θ mentioned above, “θE=θcol.” The parabolas associated with points on the reference curve are contained in planes orthogonal to the slant reference plane.

As shown in

FIG. 12

, a reference point DE, of the reflecting area

10

E, is set at the point SF or ahead of the point SF. That is, if the distance from the origin point O to the reference point DE is described as fvE, the reference point DE is set in the range of sf≦fvE. However, the longer fvE, the more downward applied light and, thus, its upper limit value is determined in relationship with the application range of light ahead of the vehicle.

For the reflecting area

10

C, positioned across a part of the third quadrant of the y-z plane and in the fourth quadrant, a reference curve is set in the horizontal reference face (x-y plane). Thus, using the symbol of C added to θ, “θC=0°”. The parabolas associated with points on the reference curve are contained in planes orthogonal to the horizontal reference face.

As shown in

FIG. 12

, a reference point DC of the reflecting area

10

C is set at the point SF or ahead of the point SF. That is, if the distance from the origin point O to the reference point DC is described as fvC, the reference point DC is set in the range of sf≦fvC.

FIGS. 13 and 14

schematically show the placement trend of filament images projected forward by a reflecting area (projection images) if a filament is used as the light source body

3

along the x axis direction with respect to the reflecting face

10

. In the figures, a line HCL—HCL denotes a horizontal cutoff line (a line positioned slightly below the horizontal reference line and extended in the horizontal direction) and a line V—V denotes the vertical line.

FIG. 13

shows filament images

15

,

15

, . . . forwardly projected by the reflecting area

10

E. The filament images are placed below a line

16

extending a leftward and upward slanting direction at the angle θcol with the HCL—HCL line (see the dashed line). Diffused light in the slanting direction at the angle θE (=θcol) with the HCL—HCL line can be provided by waving processing (described later), whereby an amount of light in the direction along the slant cutoff line is provided, and the visibility in the left distant region is improved. That is, light is made to arrive at a distant place in a region on the lane of the vehicle containing the headlamp.

The amount of light applied from the reflecting area

10

E can be changed by adjusting the value of the angle ΦE involved in the occupation range mentioned above; if the amount of light is less than the lower limit value, it is insufficient for accomplishing the purpose of ensuring a minimum amount of light and, on the other hand, if the amount of light exceeds the upper limit value, there is a risk that the light may become excessive.

FIG. 14

shows filament images

17

,

17

, . . . forwardly projected by the reflecting area

10

D. The filament images are placed below a line

18

extending in a leftward and upward slanting direction at the angle θd with the HCL—HCL line (see the dashed line). Diffused light in the slanting direction at the angle θD (for example, θd) with the HCL—HCL line can be provided by waving processing (described later), whereby the visibility in a medium-distance region positioned a little below the slant cutoff line is improved. That is, visibility of a region containing the shoulder on the lane of the vehicle containing the head lamp is improved.

Because fvD is set smaller than sb, and is placed behind sb, applied light is directed downward. The direction of applied light may be adjusted by moving the reference point DD along a direction parallel with the y axis or the z axis.

For the range of the angle θd, it is evident that the applied light based on the area

10

D is not applied above the slant cutoff line exceeding the angle θcol and that the application purpose cannot be accomplished below the HCL—HCL line. The applied light amount based on the reflecting area

10

D can be changed by adjusting the value of the angle ΦD involved in the occupation range; if the applied light amount is less than the lower limit value, it is insufficient for accomplishing the purpose of ensuring a minimum amount of light in the medium-distance region, and if the applied light amount exceeds the upper limit value, there is a risk that the applied light may become excessive.

Although θd may be set equal to θcol, it is more effective to set θE=θcol, because the side margin of the filament image in the length direction thereof, based on the reflecting area

10

E, is extended along the slant cutoff line and thus the line can better be enhanced.

Although not shown, the filament image based on the reflecting area

10

B is placed like a radiation peculiar to a rotation symmetrical face and is positioned just below the slant cutoff line.

The projection images of the filament, based on the reflecting areas

10

A and

10

C, are all placed below the HCL—HCL line. For example, an inflexion point exists on the boundary line between the areas

10

E and

10

C and, thus, the position of the filament image largely changes to a lower position of the HCL—HCL line immediately when the image enters the area

10

C from the area

10

E along a counterclockwise direction in FIG.

11

. For the reflecting area

10

A, as fvA is made shorter, the short-distance region ahead the vehicle (the region near to the vehicle) can be made brighter; this point is effective in application to two-wheeled vehicles, trucks, etc.

To brighten the region just below the cutoff line, the distances are set so that “fvA=fvD=sb” and “fvC=fvE=sf”. At such a time, occurrence of glare light introduces a problem and, thus, generally the points DA, DD, DC, and DE often are set a short distance away from the points SB and SF.

On the reflecting face

10

, parabolas are put on the reference curve set on each boundary between the reflecting areas in a direction orthogonal to a plane containing the reference curve (or in a slanting direction to the orthogonal direction), thereby forming a curved surface. Thus, the boundaries between the reflecting areas are concatenated without any level difference. Additionally, the projection images of the light source body by the reflecting areas are all placed in the range below the slant cutoff line, and the horizontal cutoff line, whereby occurrence of upward light causing glare can be minimized. The light distribution spread can be adjusted by setting the focus position of each parabola set (the cross lines of the virtual paraboloid of revolution PS and the virtual planes π) in the longitudinal direction (orthogonal direction to the reference plane or the slating direction to the orthogonal direction) and setting the above-mentioned angles θD and θE.

The degree of light diffusion further can be enhanced by adding the following waving operation to the reflecting face

10

:

First, a normal distribution type (or Gauss distribution type) function using parameters X and W “Aten (X, W)=exp (−(2 X/W){circumflex over ( )}2)” is provided. The function exp( ) denotes an exponent function, “{circumflex over ( )}” denotes a power, and the parameter W defines the degree of attenuation.

FIG. 15

shows the form of the function Y=Aten (X, W).

Next, a periodic function using parameters W and λ “WAVE (X, λ)=(1−cos (360° X/λ))/2” is provided. The parameter λ denotes the number of cosine waves, namely, the wave interval.

FIG. 16

shows the form of the function Y=WAVE (X, λ). In the example, the cosine function is used as the periodic function WAVE, but various periodic functions can be used as required.

Setting the parameter W to W=λ Ts and defining a function of multiplying the function Aten (X, W) by the function WAVE (X, λ) as Damp (X, λ, W), the function Y=Damp (X, λ, W) becomes a periodic function attenuated as it goes to the periphery of X=0 s the center.

The value of such an attenuation periodic function is added to an expression or data value of the reflecting face, whereby the reflecting face can be provided with a diffusion effect. Thus, control can be performed so that the reflected light by the portion near to the optical axis can be diffused. Further, control can be performed so that the light reflected by peripheral portions—away from the optical axis—of the reflecting face contributes to forming the central light intensity portion and surrounding portions in the light distribution pattern.

Such face waving need not always be performed for the full reflecting face, but can be performed for a part of the face.

The height of the wave part based on the peak value of the normal distribution type function is not made a constant value. Preferably the peak value of the normal distribution type function is changed so that the wave height (see Δh in FIG:

18

) becomes lower at a place more distant from the horizontal reference face of the reflecting face containing the optical axis, as schematically shown in FIG.

18

. The reason is that if the peak value of the normal distribution type function is made a constant value independently of the z value of the reflecting face, the projection image of the light source body—depending on the range onto both top and bottom ends of the reflecting face, particularly the projection image extended in the longitudinal direction (z direction)—may be diffused in the lateral direction more than necessary. Thus, there is a risk that the road face portion, toward the front of the vehicle, may be insufficiently illuminated. To solve this problem of insufficient illumination, it is desirable to design the reflector's shape so that the wave height (x value) becomes lower continuously or gradually with the top end or the bottom end of the reflecting face. In comparison between the continuous height change and the gradual height change, the former is preferred from the point of making it possible to perform more detailed light distribution control. But to locally change the wave height, namely, to relatively enlarge Ah in one range and relatively lessen Δh in another range, the latter is an easy method.

The forming method of the reflecting face according to the invention described above is summarized as follows:

(1) Setting area partitions of reflecting face—also called the boundary face, namely, the face on which reference curve is set-and setting the light source body.

For the boundary face, a horizontal reference face containing the optical axis, or a slant reference face inclined at a predetermined angle with the optical axis which is used as an axis of rotation, is set and a reference curve is set in the reference face. The light source body is inserted into the reflecting mirror through the light source body insertion hole made at the center of the reflecting face. Further, the light source body is set so that the center axis of the light source body is extended along the optical axis and is positioned in the proximity of the reference point of the reference curve.

Then, for the first reflecting area positioned close to the horizontal reference face, the reference curve is set in the slant reference face inclined at a first angle (θ1)—which is equal to the angle of a slant cutoff line with the horizontal line—with respect to the horizontal reference face (θcol). If the face shape of the first reflecting area is made as a face that is rotationally symmetrical about the optical axis (rotation body), of course the reference curve based on such rotation is also contained in the slant reference face.

For the second reflecting area positioned close to the horizontal reference face and above the reference face, the reference curve is set in the slant reference face inclined at a second angle (θ2), smaller than the angle of the slant cutoff line with the horizontal line, with respect to the horizontal reference face (0°<θ2<θ1).

(2) Shape design of the reference curve.

The shape of the reference curve set in the horizontal reference face or the slant reference face in (1) is determined. This means that the reference point is set and the reflection trend at points on the reference curve is defined.

(3) Setting a virtual paraboloid of revolution.

A virtual paraboloid of revolution is set having an axis parallel with the light beam vector v_Q, of reflected light when light assumed to be emitted from the reference point of the reference curve positioned on the optical axis is reflected at an arbitrary point Q on the reference curve, wherein the paraboloid passes through the reflection point Q, and has the reference point as a focus.

(4) Setting a virtual plane and calculating a cross line.

A cross line (parabola) is found from the result of cutting the virtual paraboloid of revolution PS on the virtual plane π parallel with a plane having the light beam vector v_Q, and either perpendicular to the horizontal reference face or perpendicular to the slant reference face.

(5) Generating an enveloping surface as a cross line set.

A curved surface is formed as a set of cross lines provided by repeating the operations in (3) and (4) at the arbitrary point Q on the reference curve. The operations are performed for all reflecting areas.

(6) Waving processing.

The full reflecting face, or a part thereof, is formed like waves by performing an additional operation on the expression, or the data value, of the reflecting face based on the function of the product of a normal distribution type function and a periodic function.

Next, in order, some various forms of shape designs (I-VI) using the basic face described above will be discussed.

Form (I) is one which ensures a sufficient amount of applied light in medium-distance and long-distance regions ahead of the vehicle according to a projection pattern provided by the reflecting areas positioned above and below the horizontal reference face containing the optical axis.

FIGS. 19 and 20

show exemplary configurations of the form in (I).

FIG. 19

is a front view of a reflecting face

19

having a light source placement hole

19

a

. The reflecting face

19

is made up of reflecting areas

10

A to

10

F, wherein

10

A,

10

F,

10

D,

10

B,

10

E, and

10

C are placed in order in a counterclockwise direction from the positive y axis. The coordinate axes concerning the reflecting face

19

and setting the angle axis Φ, are the same as those previously described. Further, the reflecting areas

10

A to

10

E are as described above and, therefore, will not be discussed again.

In the example, the newly added reflecting area

10

F is positioned between the reflecting areas

10

A and

10

D and a reference curve is set in a plane inclined at an angle of θF (0<θF≦θcol) with the horizontal reference face (x-y plane) with the x axis as a rotation axis. The parabolas associated with points on the reference curve are contained in a plane orthogonal to the slant reference plane.

A reference point DF, of the reflecting area

10

F, is set at the point SB or behind the point SB, as shown in FIG.

20

. That is, if the distance from the origin point O to the reference point DF is described as fvF, the reference point DF is set so that 0<fvF≦sb. The shorter fvF, the more downward light reflected from area

10

F becomes.

For example, if the angle value of θF is set to about 4°, and the value of θD is set to about 8°, the application patterns provided by the reflecting areas

10

D and

10

F contribute to application of light to the medium-distance region on the lane of the vehicle containing the head lamp.

A reflecting face

20

, having a light source placement hole

20

a

as shown in

FIG. 21

, additionally has a new reflecting area

10

G which is provided between the reflecting areas

10

E and

10

C. That is, reflecting areas

10

A,

10

F,

10

D,

10

B,

10

E,

10

G and

10

C are placed in order in a counterclockwise direction from the positive y axis. Further, a reference curve is set in a plane inclined at an angle of θG (0<θG≦θcol) with the horizontal reference face (x-y plane), with the x axis as a rotation axis. The parabolas associated with points on the reference curve are contained in planes orthogonal to the slant reference plane.

A reference point DG, of the reflecting area

10

G, is set at the point SF or ahead the point SF, as shown in FIG.

22

. That is, if the distance from the origin point O to the reference point DG is described as fvG, then sf≦fvG.

For example, if the angle value of θG is set to about 10°, and the value of θE is set to about 15°, the application patterns provided by the reflecting areas contribute to application of light from the medium-distance region to the long-distance region on the lane of the vehicle containing the head lamp.

The number of areas, like the areas

10

F and

10

G as described above, is increased and a large number of reflecting areas form a reflecting face, whereby it is possible to perform finer light distribution control. That is, if the method is generalized, the reflecting face can be formed according to a combination of an infinite number of reflecting areas {Xi} where i is an integer variable and Xi is A to G, H, . . . , and it is thus possible to adjust the light distribution spread as described below (see

FIG. 23

wherein a line H—H denotes a horizontal line) by setting the setup angle related to each area “θXi” and by setting the reference point position “fvXi.” Thus:

(1) The degree of diffusion in the up and down direction of the application pattern can be adjusted by varying fvXi;

(2) The amount of light gathered just below cutoff line can be adjusted by varying fvXi; and

(3) The light distribution spread in the proximity of the slant cutoff line can be adjusted by varying θXi.

Next, the form (II) will be discussed. Form (II) is one in which a projection pattern is formed just below the slant cutoff line without placing a rotation symmetrical face in near the horizontal reference face containing the optical axis.

FIG. 24

shows an exemplary configuration of a reflecting face

21

according to form (II) and having a light source placement hole

21

a

. As seen by comparison with that in

FIG. 21

, the reflecting area

10

B is eliminated. That is, when a reflecting area

10

D is viewed from the front, the area

10

D is positioned between areas

10

F and

10

E across the second and third quadrants of the y-z plane. Thus, to clear a slant cutoff line, for example, the following are set:

θD=15° is set;

the angle which the slant face containing the boundary line between the areas

10

D,

10

E and the x axis forms with the x-y plane is set to 15°; and

fvA, fvF, and fvD are set to sb or less and fvE, fvG and fvC are set to sf or more.

In this case, θ1=θD and θ2=θF, θE, or θG.

Form (III) is one in which a projection pattern is formed just below the slant cutoff line by the reflecting area positioned at the right as viewed from a position facing the reflecting face.

In the form (III), the former form of providing applied light to the proximity of the slant cutoff line by the areas positioned at the left of the x-z plane (the second and third quadrants of the y-z plane viewed from the optical axis direction) is changed to the form of providing applied light to the proximity of the slant cutoff line by the areas positioned at the right of the x-z plane (the first and fourth quadrants of the y-z plane viewed from the optical axis direction). The advantage of adopting the form (III) is as follows. For example, when another lamp—such as a turn signal lamp—needs to be added to the left of a lamp such as a head lamp (assuming that a sufficient placement space exists at the right of the lamp), or with an oddly shaped lamp which is not symmetrical, or the like, there may not be sufficient area for the left half of the reflecting face or there may not be a sufficient solid angle between the left half of the reflecting face and the light source body. But form (III) makes it possible to provide sufficient applied light near the slant cutoff line.

FIG. 25

shows an exemplary configuration of a reflecting face

22

according to form (III) and having a light source placement hole

22

a

. When the angle axis Φ, having the counterclockwise direction in the figure as the positive direction around the x axis with the positive y axis as the reference of 0°, is set and the occupation angle of each area is set to ΦX (X=A to G), the areas occupy the following ranges:

Reflecting area

23

A (−180°≦Φ<−180°+ΦA);

Reflecting area

23

F (−180°+ΦA≦Φ<−180°+ΦA+ΦF);

Reflecting area

23

D (−180°+ΦA+ΦF≦Φ<γ);

Reflecting area

23

B (γ≦Φ≦γ+ΦB);

Reflecting area

23

E (γ+ΦB≦Φ<γ+ΦB+ΦE);

Reflecting area

23

G (γ+ΦB+ΦE≦Φ<180°−ΦC); and

Reflecting area

23

C (180°−ΦC≦Φ<180°).

The angle γd (0°<γ≦θcol) is defined as the angle which a boundary line

24

, between the areas

23

B and

23

D, (or a plane containing the boundary line and extended in the x axis direction) forms with the x-y plane (the positive y axis).

The areas positioned in the fourth quadrant of the y-z plane, viewed from the front, are placed in the order of

23

A,

23

F, and

23

D along the counterclockwise direction in the figure, wherein the area

23

D is spread over the fourth and first quadrants.

The setup angles of the reference plane are set to “θA=0°” for the area

23

A, in the range of 0°<θF≦θcol for the area

23

F, and in the range of 0°<θD≦θcol) for the area

23

D. To set reference points, the distances fvA, fvF, and fvD are set to sf or more (see FIG.

26

).

The areas positioned in the first quadrant are placed in the order of

23

D,

23

B,

23

E,

23

G, and

23

C along the counterclockwise direction in the figure.

The shape of the area

23

B is a rotationally symmetrical face with the x axis as the axis of rotation, and its focus position is set to point SB or in the proximity of the point SB, for example.

The setup angles of the reference planes for the areas

23

E,

23

G, and

23

C are set in the range of 0°<θE≦θcol for the area

23

E, in the range of 0°<θG≦θcol for the area

23

G, and to “θC=0+” for the area

23

C. To set reference points, the distances fvE, fvG, and fvC are set to sb or less (see FIG.

26

).

The occupation angles of the areas are defined in the following ranges:

90°≦ΦA<180°

150°≦ΦF<105°

0°≦ΦD<15°

0°≦ΦB<15°

0°≦ΦE<75°

0°≦ΦG<75°

90°≦ΦC<165°

As in the above-described example, the configuration may include another area, or areas, inserted between the areas

23

A and

23

F, whereby the number of reflecting areas can be increased innumerably at the right of the reflecting face.

Form (IV) is one in which a projection pattern is formed just below the slant cutoff line by using the reflecting areas positioned at both the left and right of the reflecting face, and near the horizontal reference face containing the optical axis.

In the form (IV), areas positioned near to the x-y plane, and also positioned at the left and the right of the x-z plane, are used together, whereby applied light is provided in the proximity of a slant cutoff line. The form (IV) is useful for the case where only one side area of the reflecting face cannot provide sufficient light to clearly form a slant cutoff line because the lateral width of a lamp (the width in the y axis direction) is narrow, for example.

FIG. 27

shows an exemplary configuration of a reflecting face

25

according to form (IV) and having a light source placement hole

25

a

. The configuration of the left half face (the left portion of the x-z plane) is similar to the configuration in the example of FIG.

21

.

When the angle axis Φ, having the counterclockwise direction in the figure as the positive direction around the x axis with the positive y axis as the reference of 0°, is set and the occupation angle of each area is set to ΦX (X=A to G, AL, BL, CL), the areas occupy the following ranges:

i) Left half face

Reflecting area

10

A (90°≦Φ<90°+ΦA);

Reflecting area

10

F (90°+ΦA≦Φ<90°+ΦA+ΦF);

Reflecting area

10

D (90°+ΦA+ΦF≦Φ<180°+η);

Reflecting area

10

B (180°+η≦Φ<180°+η+ΦB);

Reflecting area

10

E (180°+η+ΦB≦Φ<270°−ΦC−ΦG);

Reflecting area

10

G (270°−ΦC−ΦG≦Φ<270°−ΦC); and

Reflecting area

10

C (270°−ΦC≦Φ<270°).

ii) Right half face

Reflecting area

26

AL (270°≦Φ<360°);

Reflecting area

26

BL (0°≦Φ<ΦBL); and

Reflecting area

26

CL (ΦBL≦Φ<90°).

The angle η is defined as the angle which the boundary line between the areas

10

D and

10

B—or the plane containing the boundary line and extended in the x axis direction—forms with the x-y plane (the negative y axis).

To provide light to the range of a horizontal cutoff line, for the area

26

AL, the setup angle of the reference plane is set to “θAL=0°”, and for a reference point (DAL) the distance fvAL is set to sf or more (see FIG.

28

).

The area

26

BL has an occupation area of ΦBL=15° and the shape thereof is a rotationally symmetrical face, with the x axis as an axis of rotation, and its focus is set to point SB or in the proximity of the point SB, for example.

For the area

26

CL, the setup angle of the reference plane is set to “θCL=0°”, and for a reference point (DCL) the distance fvCL is set to sb or less (see FIG.

28

).

In the example, light forming the range positioned just below a slant cutoff line can be provided by the area

26

BL which is close to the x-y plane in the right half face, and by the areas

10

B,

10

D,

10

E,

10

F, and

10

G.

The right half of the reflecting face can be divided more finely; for example, configurations shown in

FIGS. 29 and 31

can be formed.

In the example in

FIG. 29

, the left half of a reflecting face

27

, according to form (IV), has a light source placement hole

27

a and has the same configuration as that in the example of FIG.

27

. The right half of the reflecting face has the following reflecting areas:

Reflecting area

26

AL (270°≦Φ<270°+ΦAL);

Reflecting area

26

DL (270°+ΦAL≦Φ<δ);

Reflecting area

26

BL (δ≦Φ<δ+ΦBL);

Reflecting area

26

EL (δ+ΦBL≦Φ<δ+ΦBL+ΦEL); and

Reflecting area

26

CL (90°−ΦCL≦Φ<90°).

The angle δ is defined as the angle which a boundary line

28

between the areas

26

DL and

26

BL—or a plane containing the boundary line and extended in the x axis direction—forms the x-y plane (the negative axis of y).

The areas

26

AL,

26

BL, and

26

CL are set as described above. For the area

26

DL, the setup angle related to the reference plane θDL is set in the range of 0°<θDL ≦θcol, and for a reference point (DDL), the distance fvDL is set to sf or more (see FIG.

30

).

For the area

26

EL, the setup angle related to the reference plane θEL is set in the range of 0°<θEL≦θcol, and for a reference point (DEL), the distance fvEL is set to sb or less (see FIG.

30

).

In this example, light forming the range positioned just below a slant cutoff line can be provided by the area

26

BL, and by the areas

26

DL and

26

EL, which are positioned on both sides of the area

26

BL in the right half face of the reflecting face

27

.

FIG. 31

shows a configuration of a reflecting face

29

, having a light source placement hole

29

a

, wherein a new area

26

FL is provided between areas

26

DL and

26

AL, and wherein a new area

26

GL is provided between areas

26

EL and

26

CL. The right half face thus includes the following reflecting areas:

Reflecting area

26

AL (270°≦Φ<270°+ΦAL);

Reflecting area

26

FL (270°+ΦAL≦Φ<270°+ΦAL+ΦFL);

Reflecting area

26

DL (270°+ΦAL+ΦFL≦Φ<δ);

Reflecting area

26

BL (δ≦Φ<δ+ΦBL);

Reflecting area

26

EL (δ+ΦBL≦Φ<δ+ΦBL+ΦEL);

Reflecting area

26

GL (δ+ΦBL+ΦEL≦Φ<δ+ΦBL+ΦEL+ΦGL); and

Reflecting area

26

CL (90°−ΦCL≦Φ<90°).

In this example, for the area

26

FL, the setup angle related to the reference plane θFL is set in the range of 0°<θFL≦θcol, and for a reference point (DFL) the distance fvFL is set to sf or more. For the area

26

GL, the setup angle related to the reference plane θGL is set in the range of 0°<θGL≦θcol, and for a reference point (DGL) the distance fvGL is set to sb or less.

Thus, light forming the range positioned just below a slant cutoff line can be provided by the areas

26

BL,

26

DL,

26

EL,

26

FL, and

26

GL in the right half face of the reflecting face

29

.

Therefore, a large number of reflecting areas are inserted between the reflecting areas

26

AL and

26

BL, and between the areas

26

BL and

26

CL, thereby increasing the number of reflecting areas, so that it is possible to design a more detailed light distribution.

Next, the form (V) will be discussed. Form (V) is one in which a projection pattern is formed just below the horizontal cutoff line by the reflecting area positioned at the right as viewed from a position facing the reflecting face.

In the form (V), light provided by the areas positioned in the right half of a reflecting face does not contribute to the amount of light spread near a slant cutoff line. But the right half face is partitioned into areas, and the focus position of a parabola is changed in a longitudinal direction (a direction orthogonal to the reference plane) for each area, whereby light can be gathered just below a horizontal cutoff line.

FIG. 32

shows an exemplary configuration of such a reflecting face. The configuration of the left half of a reflecting face

30

, having a light source placement hole

30

a

, is similar to the configuration in the example of FIG.

11

. That is, areas

10

A,

10

D,

10

B,

10

E, and

10

C are placed in order in a counterclockwise direction from the positive z axis. The right half of the reflecting face

30

has the following reflecting areas:

Reflecting area

26

AL (270°≦Φ<270°+ΦAL);

Reflecting area

26

DL (270°+ΦAL≦Φ<0°);

Reflecting area

26

EL (0°≦Φ<ΦEL); and

Reflecting area

26

CL (ΦEL≦Φ<90°).

First, for the area

26

AL, the setup angle of the reference plane is set to “θAL=0°”, and fvAL is set larger than sf to prevent a filament image from extending off above a horizontal cutoff line.

For the area

26

DL, the setup angle of the reference plane is set to “θDL=0°”, and fvDL is set equal to sf to improve distance visibility by gathering a filament image just below a horizontal cutoff line.

For the area

26

EL, the setup angle of the reference plane is set to “θEL=0°”, and fvEL is set equal to sb.

If the reference point for the area

26

DL is set at the front end position of the filament, and the reference point for the area

26

EL is set at the rear end position of the filament, the advantage of improving forward visibility on the opposite lane is provided.

For the area

26

CL, the setup angle of the reference plane is set to “θCL=0°”, and fvCL is set shorter than sb.

Form (VI)is one which avoids too much enhancement of the slant cutoff line.

The form (VI) is used to prevent a slant cutoff line from being cleared more than necessary, and to prevent the detrimental effects caused by too much enhancement of the range just below the slant cutoff line. For example, there are risks that light may be applied only into the air, that reflected light on a wall or other object may interfere with driving the vehicle, or that another road user may be inconvenienced by the light from the head lamp. Particularly, when using a high-intensity discharge lamp, such as a metal halide lamp, consideration is required.

Giving a description using the same example as the configuration in

FIG. 11

, the configuration of a reflecting face is characterized by the following settings:

a) 0°<ΦB+θd<15°; and

b) for any one or more of areas

10

D,

10

E,

10

F, and

10

G, the setup angle of the reference plane θX is set to 15° (for example, θD is set equal to 15°).

First, the condition in a) is a condition for preventing a filament image, provided by area

10

B, from unnecessarily being gathered just below a slant cutoff line.

The setting in b) is required for providing light directed just below the slant cutoff line by at least one of the areas

10

D,

10

E,

10

F, and

10

G. That is, for each area, the setup angle of the reference plane is defined in the range of 0°<θX≦15° (X=D, E, F, G). And any one or more of them (θX) is set so as to have an angle equal to 15°.

Additionally, it is possible to increase or decrease the number of reflecting areas, and it is also possible to configure the reflecting faces as previously described in (III) and (IV).

2. Embodiments

FIGS. 33

to

36

show one embodiment of a reflecting mirror, for an automobile head lamp, incorporating the invention. In this embodiment, the above-described basic face is applied to a reflecting face of a reflecting mirror whose front is shaped almost like a landscape rectangle.

FIG. 33

is a front view showing a reflecting face

32

of a reflecting mirror

31

. A rectangular coordinate system is set so as to have the optical axis extending perpendicularly to the paper face as an x axis (the front side is assumed to be the positive direction), the horizontal axis orthogonal to the x axis as a y axis (the right of the figure is assumed to be the positive direction), and the vertical axis as a z axis (the top of the figure is assumed to be the positive direction), wherein an intersection point O of the three axes is an origin point.

The reflecting face

32

is formed with a circular hole

32

a

, having the origin point O as the center when viewed from the front, as an electric bulb insertion hole. A filament of a light source body is placed in the reflecting mirror

31

through the circular hole

32

a.

The reflecting face

32

is made up of the following seven reflecting areas

33

a

to

33

g:

reflecting area

33

a

(area close to and at the left of the x-z plane and shaped almost like a triangle);

reflecting area

33

b

(area adjoining the left of the area

33

a

and shaped almost like a trapezoid);

reflecting area

33

c

(fan-shaped area adjoining the area

33

b

below the x-y plane);

reflecting area

33

d

(fan-shaped area adjoining the bottom of the area

33

c

);

reflecting area

33

e

(almost triangular area positioned at the left of the x-z plane and adjoining the area

33

d

);

reflecting area

33

f

(almost rectangular area positioned at the right of the x-z plane below the x-y plane); and

reflecting area

33

g

(almost rectangular area positioned at the right of the x-z plane above the x-y plane).

The areas

33

a-g

correspond to the area partitions shown in

FIG. 11

as follows: the areas

33

a

and

33

g

correspond to the above-mentioned area

10

A; the area

33

b

corresponds to the above-mentioned area

10

D; the area

33

c

corresponds to the above-mentioned area

10

B; the area

33

d

corresponds to the above-mentioned area

10

E; and the areas

33

e

and

33

f

correspond to the above-mentioned area

10

C. In

FIG. 33

, line

34

represents the boundary between the areas

33

b

and

33

c

(inclination angle to x-y plane=θd), a line

35

represents the boundary between the areas

33

c

and

33

d

(inclination angle to x-y plane=θcol), and a line

36

represents the boundary between the areas

33

d

and

33

e

(inclination angle to x-y plane=β).

The roles of the reflecting areas are as follows. The areas

33

a

and

33

e

are involved in forming diffused light spread in the horizontal direction, whereas the area

33

b

is involved in forming diffused light along a direction inclined at an angle of θd (=2°) below a 15-degree slant cutoff line. The area

33

c

contributes to light formed in the range positioned just below the 15-degree slant cutoff line, whereas the area

33

d

is required for increasing the applied light amount to that range. The areas

33

f

and

33

g

are involved in forming a clear horizontal cutoff line (on the opposite lane) and forming diffused light in the horizontal direction.

FIG. 34

is a drawing schematically showing a distribution of application patterns projected by the reflecting areas on a screen placed in front of the reflecting face

32

. In the figure, the HCL—HCL line and the V—V line are as previously described.

An application pattern

37

a

denotes a pattern provided by the reflecting area

33

a

. It is positioned below the HCL—HCL line and has an upper margin along the horizontal direction.

An application pattern

37

b

denotes a pattern provided by the reflecting area

33

b

and has an upper margin formed along the direction slanting leftward and upward at an angle of 2° with the HCL—HCL line.

An application pattern

37

c

denotes a pattern provided by the reflecting area

33

c

and has an upper margin formed along the direction slanting leftward and upward with respect to the HCL—HCL line at the slant cutoff line angle (15°).

An application pattern

37

d

denotes a pattern provided by the reflecting area

33

d

and has an upper margin along the direction slanting leftward and upward with respect to the HCL—HCL line at the slant cutoff line angle (15°). That is, the visibility in the left distant region is improved by enhancing light in the area just below the slant cutoff line according to this application pattern.

An application pattern

37

e

denotes a pattern provided by the reflecting area

33

e

. It is positioned below the HCL—HCL line and has an upper margin along the horizontal direction.

The patterns

37

a

to

37

e

occupy an area at the left of the vertical line V—V that is larger than the area occupied at the right of the vertical line V—V, and the trend is recognized noticeably in the pattern

37

e.

An application pattern

37

f

denotes a pattern provided by the reflecting area

33

f

. It is positioned below the HCL—HCL line and has an upper margin along the horizontal direction.

An application pattern

37

g

denotes a pattern provided by the reflecting area

33

g

. It is positioned below the HCL—HCL line and has an upper margin along the horizontal direction.

The patterns

37

f

and

37

g

occupy an area at the right of the vertical line V—V that is larger than the area occupied at the left of the vertical line V—V An application pattern

38

is provided by overlapping the reflecting patterns

37

a

to

37

g

and the whole application range can be seen to some extent from the application pattern

38

.

FIG. 35

schematically shows an application pattern

39

provided by a reflecting face before undergoing waving processing. The applied light amount is increased in the range at the left of the vertical line V—V and positioned near the HCL—HCL line (the range in circle A).

FIG. 36

schematically shows equal illumination lines about a light distribution pattern of a downward beam provided by a reflecting face after undergoing waving processing (H—H line denotes a horizontal line). The effect of light diffusion produced by waving the application pattern (original pattern)

39

is recognized. The light distribution pattern is provided as a pattern sufficiently satisfying a predetermined light distribution standard by the effect of only the reflecting face

32

, so that the front lens may be a plain lens with no lens step, or may be an almost plain lens.

3. Advantages of the Invention

As seen from the description given above, according to first and second aspects of the invention, the projection image of the light source body provided by the first reflecting area is placed along the slant cutoff line Just below the line, whereby a necessary amount of light is provided for forward distance visibility on the lane of the vehicle containing the head lamp. The projection image of the light source body provided by the second reflecting area is placed along a line having an angle smaller than the slant cutoff line, whereby an amount of light can be provided to the medium-distance forward-region on the lane of the vehicle containing the head lamp. Thus, safety for night driving can be enhanced.

According to third and sixth aspects of the invention, the full reflecting face, or a part thereof, is formed like waves based on the function of the product of a normal distribution type function and a periodic function for providing largely diffused light in a predetermined direction, whereby the dependency on the diffusion effect of the front lens can be decreased drastically.

According to fourth and seventh aspects of the invention, the peak value of the normal distribution type function is changed so that the wave height of a wave part becomes lower at a place more distant from the horizontal reference face of the reflecting face containing the optical axis. Thus, light reflected on the area to the upper end part of the reflecting face and the area to the lower end part is not diffused more than necessary.

According to a fifth aspect of the invention, the curved surface shape of each reflecting area can be designed as a set of parabolas associated with the direction orthogonal to the horizontal reference face or the slant reference plane. And placement of the projected image of the light source body contributing to the range just below the slant cutoff line can be controlled in detail by adjusting the setup angle of the reference plane.

It is contemplated that numerous modifications may be made to the method of forming a reflecting mirror for a vehicle headlamp according to the present invention without departing from the spirit and scope of the invention as defined in the following claims.

Number	Name	Date	Kind
5192124	Kawashima et al.	Mar 1993	A
5258897	Nino	Nov 1993	A
5390097	Nino	Feb 1995	A
5418695	Yoshida	May 1995	A
5519589	Nino	May 1996	A
5645339	Tatsukawa	Jul 1997	A
5876114	Nino	Mar 1999	A

Vehicle head lamp and method of forming a reflecting mirror therefor

Information

Patent Number

Date Filed

Date Issued

Inventors

Original Assignees

Examiners

Agents

CPC

US Classifications

Field of Search

US

International Classifications

Abstract

Description

Claims

Priority Claims (1)

US Referenced Citations (7)